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Six Themes on Variation (Student Mathematical Library Series, Vol. 26) Book

Six Themes on Variation (Student Mathematical Library Series, Vol. 26)
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  • Six Themes on Variation (Student Mathematical Library Series, Vol. 26)
  • Written by author Robert Hardt
  • Published by American Mathematical Society, December 2004
  • In an effort to bring the calculus of variations to advanced undergraduates, the authors have taken material from a workshop at Rice University to produce this introduction to such topics as Morse theory, wave mechanics, minimal surfaces, soap bubbles, an
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Calculus of variations : what does "variations" mean?1
How many equilibria are there? : an introduction to Morse theory13
Aye, there's the rub : an inquiry into why a plucked string comes to rest37
Proof of the double bubble conjecture59
Minimal surfaces, flat cone spheres and moduli spaces of staircases79
Hold that light! : modeling of traffic flow by differential equations127


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